With few exceptions, researchers in culture evolutionary
theory have given short shrift to the data and issues of specific,
as opposed to general, evolution (i.e. to process and sequences
that are bound to specific spatial contexts vs. those that are, or
are presumed to be, hologeistic). In this paper, data from two
disparate and well-delimited sequences, Pre-Norman England
and Lowland Classic Maya (data assembled respectively by Rob
ert Carneiro and S. G. Morley), are fitted to the same math
ematical model, the hyperbolic tangent variant of the "lazy-S" curve. It is demonstrated that growth and development in these
two sequences, though clearly in different phases, is adequately
epitomized by that function, when suitable parameters are es
timated empirically.
This paper is programmatic, in the sense that it provides an
example of how one might do systematic statistical comparisons
of growth processes between specific evolutionary sequences,
and how these might contribute to general evolutionary theory. In this connection, the paper contains a brief discussion of growth-rate research in other social science areas. [Cultural
evolution; culture patterns; mathematical models.]